报告题目 : 带收缩小洞区域上Laplace方程的一致估计 报告摘要 : In this talk, we consider the Dirichlet problem of the Laplace equation in a domain with a shrinking hole in . A typical observation is that, the Lipschitz norm of the ...[详细]
报告题目:泛函分析在偏微分方程中的应用报告(一)报告摘要:本次报告主要讲Riesz 表示定理与变分及Dirichlet 问题可解性。报告时间:2019年6月20日 晚上19:00-21:00报告地点:数学科学学院学术报告厅304室报告人简介:孙永忠,南京大学数学系教授,19...[详细]
报告题目:Long-term analysis of symmetric and/or symplectic extended RKN integrators报 告 人:吴新元 曲阜师范大学特聘教授、南京大学教授时 间:2019年6月21号 下午 16:00-16:50地 点:数学科学学院三楼报告厅304报告摘要: The primary ob...[详细]
[详细]
报告题目: M(r,s)-properties in JB*-triples摘 要: I will talk about the M(r,s) and M*(r,s) properties for Banach spaces and then establish sufficient conditions, in terms of the (r,s)-Lipschitz weak* Kadec-Klee property, to guaran...[详细]
报告题目: Lattice homomorphisms in harmonic analysis摘 要:If $G$ is a locally compact group, then natural spaces such as ${\mathrm L}^1(G)$ or ${\mathrm M}(G)$ carry more structure than just that of a Banach algebra. They are also...[详细]
报告题目:On the geometric structures of conductive transmission eigenfunctions and its application报告人:刁怀安教授 东北师范大学摘要:This talk is concerned with the intrinsic geometric structures of conductive transmission eigenfunct...[详细]
报告题目:Optimal global and boundary asymptotic behavior of the solution to a singular Monge-Ampère equation报告人:张志军教授 报告时间:2019年6月4日10:30--11:30 报告地点:数学系三楼报告厅报告简介:This talk is mainly concerned with the...[详细]